Neuroscience and Neurobiology Commons^™

Body Sensations: Neurobiology, Learning To Feel, And Sensory Teamwork, Gin Mccollum

Mathematics and Statistics Faculty Publications and Presentations

Most of us must learn to feel, as an artist learns to see in order to draw. All of the physiological processes of feeling and seeing can happen with no awareness at all, when the mind is wandering elsewhere. Essential to the learning process is awareness, prajna. With no awareness, we have unconscious sensations, not conscious perceptions.

The light striking the retina of the eye is the first step in seeing. A great deal more happens in the visual part of the cerebral cortex, at the back of the head, and along the pathways to it. The conscious experience of …

Symmetries Of The Central Vestibular System: Forming Movements For Gravity And A Three-Dimensional World, Gin Mccollum, Douglas Hanes

Mathematics and Statistics Faculty Publications and Presentations

Intrinsic dynamics of the central vestibular system (CVS) appear to be at least partly determined by the symmetries of its connections. The CVS contributes to whole-body functions such as upright balance and maintenance of gaze direction. These functions coordinate disparate senses (visual, inertial, somatosensory, auditory) and body movements (leg, trunk, head/neck, eye). They are also unified by geometric conditions. Symmetry groups have been found to structure experimentally-recorded pathways of the central vestibular system. When related to geometric conditions in three-dimensional physical space, these symmetry groups make sense as a logical foundation for sensorimotor coordination.

Phase-Linking And The Perceived Motion During Off-Vertical Axis Rotation, Jan Holly, Scott Wood, Gin Mccollum

Mathematics and Statistics Faculty Publications and Presentations

Human off-vertical axis rotation (OVAR) in the dark typically produces perceived motion about a cone, the amplitude of which changes as a function of frequency. This perception is commonly attributed to the fact that both the OVAR and the conical motion have a gravity vector that rotates about the subject. Little-known, however, is that this rotating-gravity explanation for perceived conical motion is inconsistent with basic observations about self-motion perception: (a) that the perceived vertical moves toward alignment with the gravito-inertial acceleration (GIA) and (b) that perceived translation arises from perceived linear acceleration, as derived from the portion of the GIA …